If Sn =3n² +n, find the A. P.
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Sn =3n2+n
put n = 1,
S1 =3(1)2+1=4 = a1
put n = 2,
S2 =3(2)2+2=12+2=14
put n = 3,
S3 =3(3)2+3=27+3=30
and so on.....
Now, a2 = S2 - S1 =14-4=10
a3 = S3 - S2 =30-14=16
Thus, A.P. = 4,10,16....
put n = 1,
S1 =3(1)2+1=4 = a1
put n = 2,
S2 =3(2)2+2=12+2=14
put n = 3,
S3 =3(3)2+3=27+3=30
and so on.....
Now, a2 = S2 - S1 =14-4=10
a3 = S3 - S2 =30-14=16
Thus, A.P. = 4,10,16....
chandresh126:
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HEY mate here is your answer.
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